We investigate extremal dynamics on random networks. In the quenched case, after a transient time the dynamics is localized in the largest cluster. The activity in the largest cluster is nonergodic, with hot spots of activity typically centered around nodes with a high coordination number. The nonergodicity of the activity opens for models of evolving networks, which can self-organize into fractal geometries. © 1998 The American Physical Society.
CITATION STYLE
Christensen, K., Donangelo, R., Koiller, B., & Sneppen, K. (1998). Evolution of random networks. Physical Review Letters, 81(11), 2380–2383. https://doi.org/10.1103/PhysRevLett.81.2380
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